1999
DOI: 10.1007/s100510050610
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Shear banding instability in wormlike micellar solutions

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Cited by 100 publications
(79 citation statements)
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“…9) the stress smoothly and rapidly approaches its equilibrium value with a relaxation time interval that is shorter than 10 s (corresponding to about 7λ), in the same way as observed in Fig. 8(a) by Britton and Callaghan [5,25] in a cone-plate geometry under steady shear, and also with our previous work on LAOS [45]. However, the time varying velocity profiles reported in this previous studies exhibited a smoother (less sharply banded) shape than the steady shearing profiles presented here.…”
Section: Stress Relaxation and Elastic Instability Onsetsupporting
confidence: 72%
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“…9) the stress smoothly and rapidly approaches its equilibrium value with a relaxation time interval that is shorter than 10 s (corresponding to about 7λ), in the same way as observed in Fig. 8(a) by Britton and Callaghan [5,25] in a cone-plate geometry under steady shear, and also with our previous work on LAOS [45]. However, the time varying velocity profiles reported in this previous studies exhibited a smoother (less sharply banded) shape than the steady shearing profiles presented here.…”
Section: Stress Relaxation and Elastic Instability Onsetsupporting
confidence: 72%
“…They documented three different shear bands arranged normal to the velocity gradient direction, with one high-shear-rate band at the center of the gap and two low-shear-rate bands adjacent to each of the boundaries. Fluctuations of the interface between adjacent shear bands were also reported [25]. In particular, slow migration of the interface (on time scales of many seconds) was observed and attributed to stress relaxation.…”
Section: Introductionmentioning
confidence: 66%
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“…A fundamental understanding of material properties as well as the ability to predict changes that occur within the material during processing is extremely important for industrial application. Investigations so far mainly focused on the shear-banding phenomenon [Britton and Callaghan (1997); Britton and Callaghan (1999); Haward and McKinley (2012); Fischer and Challaghan (2001); Salmon et al (2003)], shear-thickening even in dilute solutions [Hu and Matthys (1995); Cappelaere et al (1994); Hartmann and Cressely (1997a); Hartmann and Cressely (1997b); Hartmann and Cressely (1997c); Cressely and Hartmann (1998); Hartmann and Cressely (1998); Wheeler et al (1998); Hu et al (1998); Nowak (2001); Berret and Serero (2001); Azzouzi et al (2005); Vasudevan et al (2008)] and the corresponding shear-induced structure (SIS) [Wheeler et al (1996); Kadoma et al (1997); Ouchi et al (2006a); Ouchi et al (2006b)] using different techniques such as turbidity [Yamamoto and Taniguchi (2012); Schubert et al (2004); Lerouge et al (2008); Herle et al (2005)], flow birefringence [Dehmoune et al (2007); Berret et al (2002); Wunderlich et al (1987); Oda et al (1997); Ouchi et al (2006b)], light scattering [Liu and Pine (1996); Boltenhagen et al (1997)], cryo transmission electron microscopy (cryo-TEM) [Oda et al (1997); Lu et al (1998)], particle image velocimetry …”
Section: Introduction a General Remarksmentioning
confidence: 99%
“…In those experiments, shear-banding is attributed to the presence of a stress plateau on the flow curve associated with a structural change, observed for instance using x-ray diffraction techniques [5,6,10] or direct visualizations of birefringence bands in the flow field [20,21]. Recently, a few experiments using Nuclear Magnetic Resonance velocimetry have evidenced the fact that velocity profiles in such systems may display bands of different shear rates [22,23]. However, some of these experiments have reported a contradictory picture for the shear-banding instability: it seems that the observed structural bands do not always correspond to bands of different shear rates, at least in a specific wormlike micellar system [24].…”
Section: Introductionmentioning
confidence: 99%